A large sparse array efficient comprehensive method based on a multi-agent genetic algorithm
A multi-agent, genetic algorithm technology, applied in the field of antennas, can solve the problems of easy premature convergence, unable to find the desired solution, trapped in the local optimal solution, etc., to reduce the number of iterations, increase the diversity, and improve the optimization efficiency. Effect
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[0068] Consider the problem of synthesis of two large sparse arrays arranged in triangular grids with octagonal boundaries. Assuming the array size is N×N, refer to Figure 11 A schematic diagram of a rectangular array of triangular grids with N=7 is given. The center of the array, that is, the coordinate origin (0,0) is located at the intersection of two black dotted lines, and the coordinates of the triangular grid array are (m,n). The arrangement position can be determined by the following formula:
[0069]
[0070] Considering the octagonal boundary array scheme, the four corner position elements of the rectangular boundary array should be removed accordingly. If the side length of the removed isosceles right triangle is sN, the coordinate position of the array element of the triangular grid octagonal boundary array (m,n) can be determined by the following formula:
[0071]
[0072] Wherein, M=N-1-sN-round(sN-1 / 2) is the range of the octagonal array; round(·) is a ...
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